| Number of credits | 10 |
| Course offered (semester) | Autumn (limited capacity). Master students have priority. |
| Subject overlap | K304: 10 stp |
| Schedule | Schedule |
| Reading list | Reading list |
Aim and Content
This course gives a simple introduction to basic NMR theory, a thorough introduction to practical modern pulse/FT NMR spectroscopy for liquids. Experimental set-up and accomplishment of a series of 1- and 2-dimensional experiments will be covered in exercises in a modern NMR laboratory. For the 2-dimensional NMR experiments, homonuclear and heteronuclear scalar couplings or homonuclear dipolar couplings will be used. The theory of some of the corresponding pulse sequences will also be illustrated.
Learning Outcomes
After completing the course KJEM251 the student will be able to:
- define and explain the relevant terms and models used in basic NMR theory
- analyze NMR pulse sequences using this basic NMR theory
- execute basic 1-and 2-dimentional proton and carbon experiments on a standard NMR spectrometer
- interpret 1- and 2-dimentional NMR spectra from simple organic compounds
Course offered (semester)
Autumn (limited capacity). Master students have priority.
Language of Instruction
English
Recommended previous knowledge
KJEM230 Analytic organic chemistry. Some knowledge in quantum mechanics is useful.
Subject Overlap
K304: 10 stp
Compulsory Requirements
Laboratory course. Compulsory work are valid for six following semesteres.
Assessment methods
Written exam (4h). In case 4 or less candidates are registered, the examination may be oral.
Compulsory work are valid for six following semesteres.
Examination supporting materials during the written exam: non- programmable calculator (definite models decided by the Faculty of Mathematics and Natural Sciences).
Compulsory work must be submitted within the given deadlines for the course. Approval of the compulsory work is necessary to get admittance to the written exam.
Grading Scale
The grading scale used is A to F. Grade A is the highest passing grade in the grading scale, grade F is a fail.